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Solutions of Einstein’s Equations: Techniques and Results

Proceedings of the International Seminar on Exact Solutions of Einstein’s Equations Held in Retzbach, Germany, November 14–18, 1983

  • Conference proceedings
  • © 1984

Overview

Editors:
  1. C. Hoenselaers
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  2. W. Dietz
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Part of the book series: Lecture Notes in Physics (LNP, volume 205)

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Table of contents (19 papers)

  1. Front Matter

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  2. Bäcklund transformations in general relativity

    • D. Kramer, G. Neugebauer
    Pages 1-25

  3. Prolongation structures and differential forms

    • B. Kent Harrison
    Pages 26-54

  4. Vector backlund transformations and associated superposition principle

    • F. J. Chinea
    Pages 55-67

  5. HKX-transformations an introduction

    • C. Hoenselaers
    Pages 68-84

  6. HKK transfornatlons: Some results

    • Werner Dietz
    Pages 85-112

  7. The Geroch group is a Banach Lie Group

    • B. G. Schmidt
    Pages 113-127

  8. On the homogeneous Hilbert problem for effecting Kinnersley-Chitre transformations

    • Isidore Hauser
    Pages 128-175

  9. The homogeneous Hilbert problem: Practical application

    • Frederick J. Ernst
    Pages 176-185

  10. Noniterative method for constructing exact solutions of Einstein equations

    • Dong-Sheng Guo
    Pages 186-198

  11. Inverse scattering, differential geometry Einstein-Maxwell solitons and one Soliton Bäcklund transformations

    • Metin Gürses
    Pages 199-234

  12. Classical aspects of Yang-Mills theories

    • Basilis C. Xanthopoulos
    Pages 235-251

  13. Exact solutions of ℂPn models

    • C. Reina
    Pages 252-275

  14. Explicit and hidden symmetries of dimensionally reduced (super-) gravity theories

    • P. Breitenlohner, D. Maison
    Pages 276-310

  15. N-Kerr particles

    • M. Yamazaki
    Pages 311-320

  16. Algebraically special shearfree, diverging, and twisting vacuum and Einstein-Maxwell fields

    • H. Stephani
    Pages 321-333

  17. Exact solutions in cosmology

    • M. A. H. MacCallum
    Pages 334-366

  18. The Newtonian limit

    • Bernard F. Schutz
    Pages 367-391

  19. Projective relativity and exact solutions

    • E. Schmutzer
    Pages 392-402

  20. Exact Brans-Dicke-Bianchi solutions

    • Dieter Lorenz-Petzold
    Pages 403-435
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